x+1,25x+1,2x=27600

Simple and best practice solution for x+1,25x+1,2x=27600 equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

If it's not what You are looking for type in the equation solver your own equation and let us solve it.

Solution for x+1,25x+1,2x=27600 equation:


x+1,25x+1,2x=27600

We simplify the equation to the form, which is simple to understand 
x+1,25x+1,2x=27600

We move all terms containing x to the left and all other terms to the right. 
+1x+1.25x+1.2x=+27600

We simplify left and right side of the equation. 
+3.45x=+27600

We divide both sides of the equation by 3.45 to get x. 
x=8000

See similar equations:

| x+1,25x+1,20x=27600 | | x+1,25+x+1,20+x=27600 | | x-25+x+20+x=27600 | | x-25-x+20+x=27600 | | x-25-x-20+x=27600 | | x-25-x-20-x=27600 | | x+0,25+x+0,20+x=27600 | | 9x-37=52 | | x+25+x+20+x=27600 | | X+21=2(5x+21) | | (2a+3b-4c)(2a+3b+4c)= | | x+0,75+x+0,80+x=27600 | | 3x+5=31+5x | | x-5+3x=5x-8 | | t^2-42t-43=0 | | e^4x=3/8 | | (y-3)-(y+7)=6y | | 4x-x=45 | | 25x^4y^2/10x^6y-^3 | | 4+x=45 | | 2x+1=-3x-7 | | 0.7=log(1-x) | | 5=13-4a | | 4+4(x-3)=6-2(x-7) | | ln(x-1)-lnx=-1 | | 16/2=2x= | | (6x-4)(2x+6)=28x | | (6x-4)(2x+6)-28x=0 | | 4n-11=49 | | 3(x-4)+5x=8x-43 | | x*(x+1)=110 | | x*x+1=110 |

Equations solver categories